论文信息 - The Dip Test of Unimodality

The Dip Test of Unimodality

On determine la distribution de la statistique de test, asymptotiquement et empiriquement, pour un echantillonnage a partir de la distribution uniforme

J. Hartigan | P. Hartigan

[1] G. Bennett. Probability Inequalities for the Sum of Independent Random Variables , 1962 .

[2] H. Chernoff. Estimation of the mode , 1964 .

[3] J. Hartigan,et al. Percentage Points of a Test for Clusters , 1969 .

[4] J. Wolfe. PATTERN CLUSTERING BY MULTIVARIATE MIXTURE ANALYSIS. , 1970, Multivariate behavioral research.

[5] E. Wegman. Maximum likelihood estimation of a unimodal density. II , 1970 .

[6] J. Kruskal,et al. SUBPOPULATIONS OF BLOOD LYMPHOCYTES DEMONSTRATED BY QUANTITATIVE CYTOCHEMISTRY , 1971, The journal of histochemistry and cytochemistry : official journal of the Histochemistry Society.

[7] J. Wolfowitz,et al. Asymptotically minimax estimation of concave and convex distribution functions , 1976 .

[8] J. Hartigan. Distribution Problems in Clustering , 1977 .

[9] B. Silverman,et al. Choosing the window width when estimating a density , 1978 .

[10] J. Hartigan. Asymptotic Distributions for Clustering Criteria , 1978 .

[11] T. Sager. An Iterative Method for Estimating a Multivariate Mode and Isopleth , 1979 .

[12] W. Eddy. Optimum Kernel Estimators of the Mode , 1980 .

[13] B. Silverman,et al. Using Kernel Density Estimates to Investigate Multimodality , 1981 .

[14] J. Hartigan. Consistency of Single Linkage for High-Density Clusters , 1981 .

[15] J. Wellner,et al. Limit Theorems and Inequalities for the Uniform Empirical Process Indexed by Intervals , 1982 .